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An Extension to Deng’s Entropy in the Open World Assumption with an Application in Sensor Data Fusion

机译:邓小平在开放世界假设中的熵的扩展及其在传感器数据融合中的应用

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摘要

Quantification of uncertain degree in the Dempster-Shafer evidence theory (DST) framework with belief entropy is still an open issue, even a blank field for the open world assumption. Currently, the existed uncertainty measures in the DST framework are limited to the closed world where the frame of discernment (FOD) is assumed to be complete. To address this issue, this paper focuses on extending a belief entropy to the open world by considering the uncertain information represented as the FOD and the nonzero mass function of the empty set simultaneously. An extension to Deng’s entropy in the open world assumption (EDEOW) is proposed as a generalization of the Deng’s entropy and it can be degenerated to the Deng entropy in the closed world wherever necessary. In order to test the reasonability and effectiveness of the extended belief entropy, an EDEOW-based information fusion approach is proposed and applied to sensor data fusion under uncertainty circumstance. The experimental results verify the usefulness and applicability of the extended measure as well as the modified sensor data fusion method. In addition, a few open issues still exist in the current work: the necessary properties for a belief entropy in the open world assumption, whether there exists a belief entropy that satisfies all the existed properties, and what is the most proper fusion frame for sensor data fusion under uncertainty.
机译:带有信念熵的Dempster-Shafer证据理论(DST)框架中不确定度的量化仍然是一个开放的问题,甚至是开放世界假设的空白领域。当前,DST框架中存在的不确定性度量仅限于假定识别框架(FOD)完整的封闭世界。为了解决这个问题,本文着重于通过考虑同时表示为FOD和空集的非零质量函数的不确定信息,将信念熵扩展到开放世界。建议对开放世界假设(EDEOW)中的Deng熵进行扩展,以概括Deng的熵,并且可以在需要时将其退化为Deng熵。为了测试扩展置信熵的合理性和有效性,提出了一种基于EDEOW的信息融合方法,并将其应用于不确定情况下的传感器数据融合。实验结果证明了扩展措施以及改进的传感器数据融合方法的有效性和适用性。此外,当前的工作中仍然存在一些开放性问题:开放世界假设中的信念熵的必要属性,是否存在满足所有已存在属性的信念熵以及传感器的最合适融合框架是什么不确定性下的数据融合。

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